Polytropic fits of modern and unified equations of state
Lami Suleiman, Morgane Fortin, Julian-Leszek Zdunik, Constanca, Providencia

TL;DR
This paper presents revised polytropic fits for unified equations of state of neutron star matter, accurately modeling macroscopic neutron star properties across various nuclear models with minimal error.
Contribution
It introduces a new method for fitting unified neutron star equations of state with polytropes, improving accuracy over previous nonunified models.
Findings
Fits accurately reproduce neutron star mass and radius.
Small errors within observational measurement uncertainties.
Applicable to diverse nuclear models.
Abstract
Equations of state for a cold neutron star's interior are presented in three-column tables that relate the baryonic density, the energy density, and the pressure. A few analytical expressions for those tables have been established these past two decades, as a convenient way to present a large number of nuclear models for neutron star matter. Some of those analytical representations are based on nonunified equations of state, in the sense that the high and the low density part of the star are not computed with the same nuclear model. Fits of equations of state based on a piecewise polytropic representation are revised by using unified tables of equations of state, that is to say models which have been calculated consistently for the core and the crust. A set of 52 unified equations of state is chosen. Each one is divided in seven polytropes via an adaptive segmentation, and two…
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Taxonomy
TopicsPulsars and Gravitational Waves Research · Geophysics and Gravity Measurements · Gamma-ray bursts and supernovae
